Kurt Gödel in 1931(passive) discovered bythe " incompleteness " theorem
among the papers of the English Presbyterian minister and mathematician Thomas Bayes and published Bayes , Nora ( American singer(passive) was discoveredThe theorem
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Pythagoras ... the first oneto discoverthe theorem
the name of the person(s )discoveredthe theorem
a claim about Pythagoras ... the mandiscoveredthe theorem
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Pythagoras ... the onediscoveredthe theorem
David Hume.24 Hume(passive) first discovered bythe theorem
one of his brethren or studentsinventedthe theorem
David Hume , where David Hume argued that England could not permanently gain from exports(passive) first discovered bythe theorem
an English Presbyterian and mathematician called Thomas Bayes and published posthumously in 1763(passive) was discovered byThe theorem
A scientist named Pythagorasdiscoveredthe theorem
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David Hume.[23(passive) first discovered bythe theorem
David Hume.[41(passive) first discovered bythe theorem
David Hume.[22(passive) first discovered bythe theorem
David Hume.[43(passive) first discovered bythe theorem
David Hume.[33(passive) first discovered bythe theorem
David Hume.[45(passive) first discovered bythe theorem
David Hume.[34(passive) first discovered bythe theorem
David Hume.[48(passive) first discovered bythe theorem
The inversion Professor Ken Keelercreatedthe theorem
forth ... French mathematician Pierre de Fermat in 1637(passive) set ... bythe theorem
A good example is the Pythagorean Theorem which exists independently of the mind of Pythagoras ;discoveredthe Theorem
forth ... French ... 20 March 2012(passive) set ... bythe theorem
Chinese mathematician Sunz(passive) discovered byThe theorem
Mesopotamian and Chinese mathematicians alldiscoveredthe theorem
forth ... French Stand - up comedian Tig Notaro(passive) set ... bythe theorem
Euler for the dependence of the time ( t - t(passive) discovered bythe theorem
a man named Schmidt(passive) was ... invented bythe theorem
one of the many mathematicians with whom Napoleon liked to interact(passive) was ... discovered bythe theorem
Thevenin ... the first onediscoveredthe theorem
independently byM. Riesz(passive) was also discoveredThe theorem
the French mathematician Claude Berge(passive) discovered bythe theorem
Julius Petersen , a Danish mathematician(passive) was discovered byThe theorem
French mathematician Blaise Pascal(passive) composed byThe theorem
Mesopotamian , Indian and Chinese mathematicians alldiscoveredthe theorem
Ken Keeler.jpg|thumb|left|Professor [ [ Ken Keelercreatedthe theorem
David Hume , where he argued that England could not permanently get from exports(passive) very first discovered bythe theorem
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forth in the preceding paragraphsetforth in the preceding paragraph
to her discovery of the magical properties of the number seven in Invisible Ink ... to her cousin in John O'Groatsledto her discovery of the magical properties of the number seven in Invisible Ink ... to her cousin in John O'Groats
forth in Appendix B of the Booksetforth in Appendix B of the Book
to their misapplicationleadsto their misapplication
a universal axiomatic system for mathpreventsa universal axiomatic system for math
the requirements(passive) set bythe requirements
people to rethink some things that they ’ve basically known all alongmay causepeople to rethink some things that they ’ve basically known all along
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to a formula for reconstruction of the original signalalso leadsto a formula for reconstruction of the original signal
once or many times in different placeswere discoveredonce or many times in different places
to the following corollaryleadsto the following corollary
to a formula for reconstruction of the original function from its samplesalso leadsto a formula for reconstruction of the original function from its samples
as Genetics had publisheddiscovered Alsoas Genetics had published
in the first placewas discoveredin the first place
and used perhaps a thousand years earlier than Pythagoras by the ancient Chinese ( Haylock , 2010had been discoveredand used perhaps a thousand years earlier than Pythagoras by the ancient Chinese ( Haylock , 2010
a sensation in the world of mathematicianscreateda sensation in the world of mathematicians
and used perhaps a thousand years earlier than ... maths SA-1 question paper and answers MATHS - SA1-TEST1 Q1had been discoveredand used perhaps a thousand years earlier than ... maths SA-1 question paper and answers MATHS - SA1-TEST1 Q1
and proven in class and also illustrated here on this animation.'ve ... discoveredand proven in class and also illustrated here on this animation.
existence criteria of the invariant velocity of the information transferencesettingexistence criteria of the invariant velocity of the information transference
Gödel numbering " , which we would call serialising code as datainventedGödel numbering " , which we would call serialising code as data
Alan Turing to see that since all mathematical systems are incomplete , the machines that implement those systems must also be incomplete as wellledAlan Turing to see that since all mathematical systems are incomplete , the machines that implement those systems must also be incomplete as well
a story using a word processor that has a mathematical problem wherein a character in the story has to use the Pythagorean theorem to solve the problem • Enhance their narrative with pictures using Microsoft Word •Createa story using a word processor that has a mathematical problem wherein a character in the story has to use the Pythagorean theorem to solve the problem • Enhance their narrative with pictures using Microsoft Word •
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in a collective mathematical creationresultingin a collective mathematical creation
an upper limit on the error correction rate thatessentially setsan upper limit on the error correction rate that
to a formula for the mathematically ideal interpolation algorithmalso leadsto a formula for the mathematically ideal interpolation algorithm
more of these empty mathematicasterswill discovermore of these empty mathematicasters
the Heisenberg uncertainty principle , and the halting problemhave contributedthe Heisenberg uncertainty principle , and the halting problem
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in the lower Current theory of the wordcontributedin the lower Current theory of the word
ZFCpreventsZFC
themselves to immediate philosophical conclusions about the nature of truthleadthemselves to immediate philosophical conclusions about the nature of truth
a limit on what can be achieved by any “ closed logical systemsetsa limit on what can be achieved by any “ closed logical system
up a series of parameters , which do not exist in naturesetup a series of parameters , which do not exist in nature
to the philosophical questionsleadsto the philosophical questions
to a formula for perfectly reconstructing the original continuous - time function from the samplesalso leadsto a formula for perfectly reconstructing the original continuous - time function from the samples